phenomenon 45.42 Stationary black holes are two-parameter objects

Rests on

• depends_on theorem 45.40 Carter–Robinson; imported ¶
  • depends_on theorem 45.30 Kerr solution; imported ¶
    • depends_on theorem 45.1 Schwarzschild solution ¶
      • depends_on equation 13.306 eq:mfd-riemann ¶
      • depends_on postulate 43.1 Geodesic motion ¶
      • depends_on theorem 13.150 Levi-Civita connection and contorsion ¶
        • depends_on definition 13.145 Affine connection ¶
        • depends_on definition 13.117 Metric tensor of signature $(p,q)$ ¶
        • depends_on definition 13.149 Metric compatibility ¶
        • depends_on definition 13.147 Torsion ¶
        • proves proof ch:11-manifolds-tensors-curvature@proof-41 ¶
      • proves proof ch:04-schwarzschild-black-holes@proof-1 ¶
• depends_on theorem 45.39 Israel; imported ¶
  • depends_on proposition 45.37 Reissner–Nordström solution ¶
    • depends_on theorem 45.1 Schwarzschild solution ¶ ↺
    • proves proof ch:04-schwarzschild-black-holes@proof-18 ¶
  • depends_on theorem 45.1 Schwarzschild solution ¶ ↺
• proves proof ch:04-schwarzschild-black-holes@proof-19 ¶

Supports

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